for `most' \(p_n\) : in fact for all but at most \(x^{1-3\epsilon /2}\)  of the primes \(p_n\le x\) .”[1]}. As a result of the Prime Number Theorem alone, we have
\(p_{n+1}-p_n<\epsilon p_n\)  for all \(\epsilon >0\) .
